Intertwiners and the K-theory of Commutative Rings

Abstract

Since around 1970, the main approach to the K-theory of a ring A has been by means of the homotopy of the plus-construction applied to the classifying space of the general linear group of A. In the case of a commutative ring A, we show how to capture K0A information that is neglected by this definition, while retaining the higher K-theory. To accomplish… (More)

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Cite this paper

@inproceedings{Berrick2003IntertwinersAT, title={Intertwiners and the K-theory of Commutative Rings}, author={A. J. Berrick and IntnA ofMnA}, year={2003} }